20210621, 02:02  #353  
"Max"
Jun 2016
Toronto
929 Posts 
unrelated number theory
Quote:


20210621, 11:55  #355 
"Ed Hall"
Dec 2009
Adirondack Mtns
2·11·239 Posts 
(12, 0) is fully factored.

20210621, 12:38  #356 
"Max"
Jun 2016
Toronto
929 Posts 

20210621, 15:01  #357 
"Ed Hall"
Dec 2009
Adirondack Mtns
2·11·239 Posts 
If you're saying (11, 8) c153 is available, I'll do that one this afternoon. I have something else running right now.

20210621, 15:25  #358  
"Max"
Jun 2016
Toronto
3A1_{16} Posts 
Quote:
Line 192 (11, 8) is booked for EdH. (11, 8) http://factordb.com/index.php?id=1100000002609395240 c153 (t35 done), GNFSable (booked for EdH) thyrex  3; EdH is on c153 

20210621, 21:41  #359 
(loop (#_fork))
Feb 2006
Cambridge, England
14466_{8} Posts 
(1,10) done
Code:
Mon Jun 21 18:59:28 2021 p64 factor: 1338390497207220199271164911882588356198888527524342903132072077 Mon Jun 21 18:59:28 2021 p95 factor: 22622243711548306451401150214434570799611674261075458168350663297365024585781548075317908345681 I'm going back to my 207digit GNFS Fibonacci number now; I'm glad I was able to contribute a bit to this project. 
20210621, 22:18  #360  
"Max"
Jun 2016
Toronto
3A1_{16} Posts 
Quote:


20210622, 15:52  #361 
"Ed Hall"
Dec 2009
Adirondack Mtns
2·11·239 Posts 
Is the c146 [line 179 (1, 11)] unreserved? What about the c149 [line 175 (1, 10)]?
If you're not in a hurry and they are free, you can book them to me. Last fiddled with by EdH on 20210622 at 15:54 
20210622, 16:45  #362 
Jan 2012
Toronto, Canada
60_{16} Posts 

20210622, 17:04  #363 
"Max"
Jun 2016
Toronto
929 Posts 
Line 195 (11, 5) SNFS 173 spun poly
Is anybody interested in finishing the line and bridging the gap on line 195?
It is the easiest SNFS quartic left. (11, 5) http://factordb.com/index.php?id=1100000002604293386 c173/snfs173 (t40 done, SNFS ready), SNFS 173 quartic Three best spun polys are below. Code:
Line 1 : {'c4': '1', 'c3': '2', 'c2': '5', 'c1': '64', 'c0': '124', 'Y1': '2464923994894748333085552144178005910583918', 'Y0': '9056085493821535685614264363748716497635717'} n: 26136836624679767220745077976807695488495872888494944933071363254976364769332312364964027562827985651661887869451641909208612879423669912281351787208216619816958405062265809 # e = 1.01521525e10 skew: 3.29282 type: snfs c4: 1 c3: 2 c2: 5 c1: 64 c0: 124 Y1: 2464923994894748333085552144178005910583918 Y0: 9056085493821535685614264363748716497635717 Line 2 : {'c4': '1', 'c3': '2', 'c2': '5', 'c1': '56', 'c0': '64', 'Y1': '2464923994894748333085552144178005910583918', 'Y0': '11521009488716284018699816507926722408219635'} n: 26136836624679767220745077976807695488495872888494944933071363254976364769332312364964027562827985651661887869451641909208612879423669912281351787208216619816958405062265809 # e = 1.01412222e10 skew: 3.09796 type: snfs c4: 1 c3: 2 c2: 5 c1: 56 c0: 64 Y1: 2464923994894748333085552144178005910583918 Y0: 11521009488716284018699816507926722408219635 Line 3 : {'c4': '1', 'c3': '6', 'c2': '17', 'c1': '84', 'c0': '196', 'Y1': '2464923994894748333085552144178005910583918', 'Y0': '6591161498926787352528712219570710587051799'} n: 26136836624679767220745077976807695488495872888494944933071363254976364769332312364964027562827985651661887869451641909208612879423669912281351787208216619816958405062265809 # e = 1.01026055e10 skew: 3.38354 type: snfs c4: 1 c3: 6 c2: 17 c1: 84 c0: 196 Y1: 2464923994894748333085552144178005910583918 Y0: 6591161498926787352528712219570710587051799 Last fiddled with by Max0526 on 20210622 at 17:56 
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